%PDF-1.5
%
1 0 obj
<>/OCGs[5 0 R 6 0 R 7 0 R]>>/Pages 3 0 R/Type/Catalog>>
endobj
2 0 obj
<>stream
application/pdf
douro_A4
2018-03-09T15:06:41+09:00
2018-03-09T15:06:41+09:00
2018-03-09T15:06:41+09:00
Adobe Illustrator CS6 (Macintosh)
188
256
JPEG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uuid:6877fe87-6912-6242-9486-abd4eede932a
xmp.did:5F7421FF2D20681183D1CF705DA81CC3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
xmp.iid:5E7421FF2D20681183D1CF705DA81CC3
xmp.did:5E7421FF2D20681183D1CF705DA81CC3
uuid:5D20892493BFDB11914A8590D31508C8
proof:pdf
saved
xmp.iid:D3D8D5434320681183D18CC1278A87DB
2018-02-27T18:49:39+09:00
Adobe Illustrator CS6 (Macintosh)
/
saved
xmp.iid:5F7421FF2D20681183D1CF705DA81CC3
2018-03-09T15:06:37+09:00
Adobe Illustrator CS6 (Macintosh)
/
EmbedByReference
/michi-co/道路調査設計ノウハウ集_A4チラシ_2018.03/qr20180308.eps
Print
True
True
1
260.000151
364.000176
Millimeters
Cyan
Magenta
Yellow
Black
初期設定のスウォッチグループ
0
ホワイト
CMYK
PROCESS
0.000000
0.000000
0.000000
0.000000
ブラック
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
CMYK レッド
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
CMYK イエロー
CMYK
PROCESS
0.000000
0.000000
100.000000
0.000000
CMYK グリーン
CMYK
PROCESS
100.000000
0.000000
100.000000
0.000000
CMYK シアン
CMYK
PROCESS
100.000000
0.000000
0.000000
0.000000
CMYK ブルー
CMYK
PROCESS
100.000000
100.000000
0.000000
0.000000
CMYK マゼンタ
CMYK
PROCESS
0.000000
100.000000
0.000000
0.000000
C=15 M=100 Y=90 K=10
CMYK
PROCESS
14.999998
100.000000
90.000000
10.000002
C=0 M=90 Y=85 K=0
CMYK
PROCESS
0.000000
90.000000
85.000000
0.000000
C=0 M=80 Y=95 K=0
CMYK
PROCESS
0.000000
80.000000
95.000000
0.000000
C=0 M=50 Y=100 K=0
CMYK
PROCESS
0.000000
50.000000
100.000000
0.000000
C=0 M=35 Y=85 K=0
CMYK
PROCESS
0.000000
35.000004
85.000000
0.000000
C=5 M=0 Y=90 K=0
CMYK
PROCESS
5.000001
0.000000
90.000000
0.000000
C=20 M=0 Y=100 K=0
CMYK
PROCESS
19.999998
0.000000
100.000000
0.000000
C=50 M=0 Y=100 K=0
CMYK
PROCESS
50.000000
0.000000
100.000000
0.000000
C=75 M=0 Y=100 K=0
CMYK
PROCESS
75.000000
0.000000
100.000000
0.000000
C=85 M=10 Y=100 K=10
CMYK
PROCESS
85.000000
10.000002
100.000000
10.000002
C=90 M=30 Y=95 K=30
CMYK
PROCESS
90.000000
30.000002
95.000000
30.000002
C=75 M=0 Y=75 K=0
CMYK
PROCESS
75.000000
0.000000
75.000000
0.000000
C=80 M=10 Y=45 K=0
CMYK
PROCESS
80.000000
10.000002
45.000000
0.000000
C=70 M=15 Y=0 K=0
CMYK
PROCESS
70.000000
14.999998
0.000000
0.000000
C=85 M=50 Y=0 K=0
CMYK
PROCESS
85.000000
50.000000
0.000000
0.000000
C=100 M=95 Y=5 K=0
CMYK
PROCESS
100.000000
95.000000
5.000001
0.000000
C=100 M=100 Y=25 K=25
CMYK
PROCESS
100.000000
100.000000
25.000000
25.000000
C=75 M=100 Y=0 K=0
CMYK
PROCESS
75.000000
100.000000
0.000000
0.000000
C=50 M=100 Y=0 K=0
CMYK
PROCESS
50.000000
100.000000
0.000000
0.000000
C=35 M=100 Y=35 K=10
CMYK
PROCESS
35.000004
100.000000
35.000004
10.000002
C=10 M=100 Y=50 K=0
CMYK
PROCESS
10.000002
100.000000
50.000000
0.000000
C=0 M=95 Y=20 K=0
CMYK
PROCESS
0.000000
95.000000
19.999998
0.000000
C=25 M=25 Y=40 K=0
CMYK
PROCESS
25.000000
25.000000
39.999996
0.000000
C=40 M=45 Y=50 K=5
CMYK
PROCESS
39.999996
45.000000
50.000000
5.000001
C=50 M=50 Y=60 K=25
CMYK
PROCESS
50.000000
50.000000
60.000004
25.000000
C=55 M=60 Y=65 K=40
CMYK
PROCESS
55.000000
60.000004
65.000000
39.999996
C=25 M=40 Y=65 K=0
CMYK
PROCESS
25.000000
39.999996
65.000000
0.000000
C=30 M=50 Y=75 K=10
CMYK
PROCESS
30.000002
50.000000
75.000000
10.000002
C=35 M=60 Y=80 K=25
CMYK
PROCESS
35.000004
60.000004
80.000000
25.000000
C=40 M=65 Y=90 K=35
CMYK
PROCESS
39.999996
65.000000
90.000000
35.000004
C=40 M=70 Y=100 K=50
CMYK
PROCESS
39.999996
70.000000
100.000000
50.000000
C=50 M=70 Y=80 K=70
CMYK
PROCESS
50.000000
70.000000
80.000000
70.000000
グレー
1
C=0 M=0 Y=0 K=100
CMYK
PROCESS
0.000000
0.000000
0.000000
100.000000
C=0 M=0 Y=0 K=90
CMYK
PROCESS
0.000000
0.000000
0.000000
89.999405
C=0 M=0 Y=0 K=80
CMYK
PROCESS
0.000000
0.000000
0.000000
79.998795
C=0 M=0 Y=0 K=70
CMYK
PROCESS
0.000000
0.000000
0.000000
69.999702
C=0 M=0 Y=0 K=60
CMYK
PROCESS
0.000000
0.000000
0.000000
59.999104
C=0 M=0 Y=0 K=50
CMYK
PROCESS
0.000000
0.000000
0.000000
50.000000
C=0 M=0 Y=0 K=40
CMYK
PROCESS
0.000000
0.000000
0.000000
39.999401
C=0 M=0 Y=0 K=30
CMYK
PROCESS
0.000000
0.000000
0.000000
29.998802
C=0 M=0 Y=0 K=20
CMYK
PROCESS
0.000000
0.000000
0.000000
19.999701
C=0 M=0 Y=0 K=10
CMYK
PROCESS
0.000000
0.000000
0.000000
9.999103
C=0 M=0 Y=0 K=5
CMYK
PROCESS
0.000000
0.000000
0.000000
4.998803
輝き
1
C=0 M=100 Y=100 K=0
CMYK
PROCESS
0.000000
100.000000
100.000000
0.000000
C=0 M=75 Y=100 K=0
CMYK
PROCESS
0.000000
75.000000
100.000000
0.000000
C=0 M=10 Y=95 K=0
CMYK
PROCESS
0.000000
10.000002
95.000000
0.000000
C=85 M=10 Y=100 K=0
CMYK
PROCESS
85.000000
10.000002
100.000000
0.000000
C=100 M=90 Y=0 K=0
CMYK
PROCESS
100.000000
90.000000
0.000000
0.000000
C=60 M=90 Y=0 K=0
CMYK
PROCESS
60.000004
90.000000
0.003099
0.003099
Adobe PDF library 10.01
endstream
endobj
3 0 obj
<>
endobj
9 0 obj
<>/ExtGState<>/ProcSet[/PDF/ImageB]/Properties<>/Shading<>/XObject<>>>/Thumb 30 0 R/TrimBox[0.0 0.0 737.008 1031.81]/Type/Page>>
endobj
10 0 obj
<>stream
HtWˎ$WL
$Uk'^`]ZcǰV;"U3,_l?}I]~xG۬yk6jomƶ~?߯^s~#mH^뾷VjFRl?_nϡiM^umV%oi){Z雏O[W톿)m9ess9seY6ۖ6Sgm& g$>nو:ϭ0ԉ>@#>t?CR}zy{kmN!+M[zb}=
[aD%^"2\g*Κz<3rC}4RD85yJ@1e뉧Y&`|2oCmc>F8p^!(2SeT`aGp$FK&{{\9sc|"1c+}1`E*{pd914:3at-\4ǁޖ^9^9Lpp Pr%PVͼ[ e%!4K`^&F):.ȝp'/ƈָAD
NPO(ʃ$ R.eGBd
!,С%?*-x= &*nU=$
(ͻř]<($:|f0Z),*J0zJ*?CAagf!HP0BQd&*.u&OM̒˸ "3t잉Tc
5&&'V^;cnهv'Hn+̚S>ӕxW*g.X`vIR08#M0O˱Bda^z.